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Geometric phases in graphene and topological insulators

Candidate: 
Domenico Monaco
Supervisor: 
Gianluca Panati
Ludwik Dabrowski
Academic Year: 
2014-2015
Research Group: 
Geometry and Mathematical Physics
Present Position: 
Postdoc
Universität Tübingen
File: 
PDF icon Monaco_PhD_thesis.pdf
Publication Related to the Thesis: 
  • Domenico Monaco, Gianluca Panati. Topological invariants of eigenvalue intersections and decrease of Wannier functions in graphene. J. Stat. Phys. 155, Issue 6 (2014), 1027-1071.
  • Domenico Fiorenza, Domenico Monaco, Gianluca Panati. Construction of real-valued localized composite Wannier functions for insulators. To appear on Ann. Henri Poincaré (2015).
  • Domenico Fiorenza, Domenico Monaco, Gianluca Panati. Z_2 invariants of topological insulators as geometric obstructions. To appear on Commun. Math. Phys. (2015)

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